首页> 外文期刊>Journal of Computational Chemistry: Organic, Inorganic, Physical, Biological >Voronota: A Fast and Reliable Tool for Computing the Vertices of the Voronoi Diagram of Atomic Balls
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Voronota: A Fast and Reliable Tool for Computing the Vertices of the Voronoi Diagram of Atomic Balls

机译:Voronota:一种快速可靠的工具,用于计算原子球的Voronoi图的顶点

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摘要

The Voronoi diagram of balls, corresponding to atoms of van der Waals radii, is particularly well-suited for the analysis of three-dimensional structures of biological macromolecules. However, due to the shortage of practical algorithms and the corresponding software, simpler approaches are often used instead. Here, we present a simple and robust algorithm for computing the vertices of the Voronoi diagram of balls. The vertices of Voronoi cells correspond to the centers of the empty tangent spheres defined by quadruples of balls. The algorithm is implemented as an open-source software tool, Voronota. Large-scale tests show that Voronota is a fast and reliable tool for processing both experimentally determined and computationally modeled macromolecular structures. Voronota can be easily deployed and may be used for the development of various other structure analysis tools that utilize the Voronoi diagram of balls. Voronota is available at: http://www.ibt.lt/bioinformatics/voronota.
机译:球的Voronoi图(对应于范德华半径的原子)特别适合用于分析生物大分子的三维结构。但是,由于缺乏实用的算法和相应的软件,因此通常使用更简单的方法。在这里,我们提出了一种简单而健壮的算法来计算球的Voronoi图的顶点。 Voronoi单元的顶点对应于由四倍的球定义的空切线球的中心。该算法被实现为开源软件工具Voronota。大规模测试表明,Voronota是一种快速可靠的工具,可用于处理通过实验确定和通过计算建模的大分子结构。 Voronota可以轻松部署,并且可以用于开发利用球的Voronoi图的各种其他结构分析工具。 Voronota可从以下网站获得:http://www.ibt.lt/bioinformatics/voronota。

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